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The molar heat capacity for an ideal gas...

The molar heat capacity for an ideal gas cannot

A

be negative

B

be equal to either `C_(V)` or `C_(P)`

C

lie in the range `C_(V) le C le C_(P)`

D

it may have any value between `- oo` and `+ oo`

Text Solution

Verified by Experts

The correct Answer is:
A, B, C

The molar heat capacity has the general definition
`C=(1)/(n) (DeltaQ)/(DeltaT)`
where `n=` number of moles
`Delta Q=` heat absorbed by the gas
`DeltaT=` rise in temperature of gas
It is possible to obtain almose any set of values for `DeltaQ` and `DeltaT` by proper selection of a process.
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CENGAGE PHYSICS-KINETIC THEORY OF GASES AND FIRST LAW OF THERMODYNAMICS-Multiple Corrects
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  2. At ordinary temperatures, the molecules of an ideal gas have only tran...

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  3. The molar heat capacity for an ideal gas cannot

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  4. A closed vessel contains a mixture of two diatomic gases A and B. Mola...

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  5. An ideal gas undergoes a thermodynamic cycle as shown in Fig. Which of...

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  6. Which the following statements are correct ?

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  7. Figure. Shows the P-V diagram for a Carnot cycle. In this diagram

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  8. Figure shows an indicator diagram. During path 1-2-3, 100 cal is given...

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  9. One mole of an ideal monatomic gas has initial temperature T(0), is ma...

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  10. P - V diagram of a cyclic process ABCA is as shown in Fig. Choose the ...

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  11. During the process AB of an ideal gas

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  12. Temperature versus pressure graph of an ideal gas is shown in Fig. Dur...

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  13. An ideal gas undergoes the cyclic process shown in a graph below :

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  14. The indicator diagram for two processes 1 and 2 carrying on an ideal g...

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  15. Three moles of an ideal gas (Cp=7/2R) at pressure, PA and temperature ...

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  16. An ideal gas is taken from the state A (pressure p, volume V) to the s...

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  17. A partition divides a container having insulated walls into two compar...

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  18. During an experiment, an ideal gas is found to obey a condition (p^2)/...

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  19. Pick the correct statement (s) :

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  20. An ideal gas undergoes an expansion from a state with temperature T(1)...

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